Research on Learning Control with distal teacher of chaotic dynamical system.
连续混沌动力学系统的远程学习控制研究。
Research on synchronous control theory of uncertain chaotic dynamical system.
不确定连续混沌动力学系统的同步控制理论研究。
This paper discusses a new chaotic dynamical system which is random steps chaotic dynamical system.
该文利用三种不同的混沌映射构建一种随机步长混沌映射。
The adaptive control and synchronization problems for a kind of new chaotic dynamical system are explored.
讨论了一类新型混沌动力学系统的自适应控制及同步问题。
The work of the paper is to perfect and set up a system of encryption and decryption algorithms based on composite nonlinear discrete chaotic dynamical systems.
补充并纠正了一些算法证明。本文改进后的算法具有以下特点：多种防御措施，用户拥有加密与解密的自主控制权，易于追踪；
In this paper, we study weakly chaos on sub-shift of symbol dynamical system, and give a weakly chaotic sub-shift whose topological entropy is zero.
本文讨论了符号动力系统子移位的弱混沌，并得到拓扑熵为零的弱混沌子移位。
But chaos is a deterministic system determined by the nonlinear dynamical mechanism. There is a deterministic rule in the interior of the chaotic system which is seemed as a random move.
但是混沌系统是由非线性动力机制决定的确定性系统，貌似随机运动的混沌系统内部存在确定性规律，所以混沌时间序列是短期可预测的。
A deterministic chaotic discrete time dynamical system can be used for random number generator (RNG).
基于混沌的随机数发生器采用了离散时问的决定论混沌系统。
A kind of free vibration equation of the nonlinear dynamical system is solved to study chaotic movement.
为了讨论混沌运动，对一类非线性动力系统的自由振动方程进行了求解。
Results show that N-L system owns the dynamical complexity of chaotic system.
研究结果表明，N - L系统具有复杂的混沌动力学特性。
Based on the analysis of energy change and dynamical force characteristics for port control Hamiltom (PCH) system, a method of chaotic anti control is studied via nonlinear output feedback.
对端口受控哈密顿系统能量变化和动力学特性进行了分析，采用了分段线性输出反馈对其进行混沌反控制，给出了构造分段线性输出反馈矩阵的方法。
Based on the analysis of energy change and dynamical force characteristics for port control Hamiltom (PCH) system, a method of chaotic anti control is studied via nonlinear output feedback.
对端口受控哈密顿系统能量变化和动力学特性进行了分析，采用了分段线性输出反馈对其进行混沌反控制，给出了构造分段线性输出反馈矩阵的方法。
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